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1b:Te98,こんにちは！阪大経済の者です。
求めているものとは少し違うかもしれませんが、実体験を交えてアドバイスをさせていただきます。


結論から言って、阪大の文系数学を受験するうえでは実践力向上編より上の参考書は必要ないと思います。理由は時間と難易度の２つです。

まず、文系の数学青より上の数学参考書となると文系プラチカか１対１対応あたりになると思います。まず文系プラチカは明らかに難易度が高すぎてオーバーワークです。

次に１対１対応の数学はプラチカほどではないにしろ阪大対策には必要ない難易度が多い＋単純に４冊あって時間がとんでもなくかかってしまい、直前期に行うのは無理があります。
私は６月ごろからかなりの時間を費やして取り組みましたが、入試で役に立ったのは２割程度といったところでした…
実力向上編はいい参考書ですし、内容をしっかりと落とし込めれば必ず大きな味方になります。

A問題がきっちり解けているのであれば基礎は十分定着していると思うので知識が足りないわけではなく、応用力や発想力が追い付いてないだけだと思います。こう聞くと難しそうに聞こえるかもしれませんが、これらの力はたくさん問題演習を積んだらおのずと身に付きます！実際私も阪大実践では偏差値43でしたが、本番では8割とることができたのでこれからの伸びに期待しておけばOKです！

また、過去問分析をしたらわかる通りC問題は理系数学との共通問題になっているものがほとんどです。文系で完答できる人なんてほぼいないので小問だけ答えて部分点を少しでも取れれば十分です。


以上を踏まえてこれからの勉強についての指針なのですが、とにかく問題演習を積むことは必須なので阪大だけでなく、神大や横国を含めて過去問を解きまくるのがおすすめです。

また、分野別で苦手分野を洗い出していくのも大切です。例えば、阪大は毎年のように積分関連の問題がでるので絶対値積分や定数分離、最大最小値系など様々な種類の積分に取り組んで、必要に応じて分野別参考書を追加してみてください。青チャートなども網羅系をやりなおすのも◎です。
また、1対1対応は分野ごとで使うのならかなりタイパよく使えるので、分野ごとに取り組むのはおすすめできます。


分野別のおすすめ参考書いくつか書いておくのでよかったら使ってみてください！また、取り組むときは必ず苦手＆頻出分野を優先1冊ずつ完璧にすることだけ意識してください。

ベクトル：10日間で極めるベクトル(理系のための～と書いてあるが文系にとっても良書、10日間では絶対に終わらない重さなので20日くらいはかかるつもりで。必要ない高難度の問題もあるので取捨選択してください)
微積：1対1対応の数II(工夫や考え方が体系的に学べる)
確率：標準問題精講・確率編

あとは近年は三角関数なんかも多めなので対策するに越したことはないですね。

繰り返しになりますが、阪大文系数学は標準問題さえ解ければ十分ですし、数学が苦手教科ならなおさらです。このまま進められれば一切問題ないです！応援してます！1d:Tc1a,こんにちは。
東大を目指して勉強されていて、「実践力向上編」がそろそろ終わるとのこと、すごく順調に進んでいると思います。次に使う参考書について、いくつかおすすめを紹介しますね。今の実力（駿台模試で偏差値60弱）に合っていて、東大文系数学にちゃんとつながるものを選びました。

◆ プラチカ 文系数学（河合出版）
東大志望なら、これは定番の一冊です。難しすぎず、でも入試で実際に問われそうな「一工夫いる良問」がそろっています。解説もわかりやすくて、記述力を鍛えるのにもぴったりです。東大レベルにステップアップするには、ちょうどいい橋渡しになりますよ。

◆ 文系 数学重要問題集（旺文社）
実戦演習用の問題集です。ちょっと硬派な内容ですが、記述式の練習にちょうどいいです。問題の質が高くて、出題パターンに慣れるのにも役立ちます。自分で答案を書く練習をたくさんしていきたい人には特におすすめです。

◆ 東大の文系数学25カ年（教学社）
過去問に入るなら、これが最強です。分野別に整理されているので、「確率が苦手だからそこだけやろう」といった使い方もできます。本格的に東大の問題に触れることになるので、難しいですが、時間をかけて丁寧に取り組めば確実に力がつきます。

◆ 世界一わかりやすい 京大の文系数学（東進ブックス）
これも良書です。やさしめの説明が多くて、とにかく「ていねいで親切」な感じです。もし「プラチカ」や「重要問題集」がちょっときついなと思ったら、いったんこの本で記述の基本を固めるのもアリだと思います。ただ、実力がついてきた今の段階だと、ちょっと簡単すぎると感じるかもしれません。

最後にちょっとアドバイス
これから夏に向けて、本格的に東大対策にシフトしていく時期になります。だから「次にやる一冊」は、夏に過去問へ移行するためのステップと考えるといいですよ。どの参考書もいい内容なので、あとは自分の性格や好みに合わせて選ぶのがポイントです。

たとえば、

・問題をどんどんこなしたいタイプ → プラチカ
・記述をしっかり練習したいタイプ → 重要問題集
・東大の傾向をつかみたいタイプ → 25カ年
・ちょっとやさしめから入りたいタイプ → 京大本

こんなふうに分けて考えると選びやすいと思います。
また、どれを選んでも「答案の書き方」を意識して取り組むことが、東大ではすごく大事です。もし悩んだら、メッセージで今どんな勉強の仕方をしているか教えてくれたら、もっと具体的にアドバイスできますよ。応援してます！1e:T12de,こんにちは！文系数学を得意としていたものです。まず理解しておいた方がいいことは、数学は「波がある」科目だということです。数あるパターンの中から試験に出題されるのはわずか数問ですし、理解していても解法を必ず思いつけるとは限りません。計算ミスもしたくてしている人はいませんし、気をつけても無くならないものです。ですから、1回1回の模試や演習で一喜一憂するのは一番もったいないです。私も数学を得意としていながら、模試で解けなかったり、問題集の問題を初見で解けなくて自身の勉強方法を疑ったことがありましたが、波があるということを理解してからは自身の勉強方法を貫き通しました。おそらく全教科の中で最も安定しない科目であることを理解してください！

　具体的な参考書に関してですが、プラチカはおそらく最良の参考書であると思っています。私もチャートを終わらせて数学が得意と自信がついてきた頃にプラチカを手に取りましたが、4割どころか3割程度しか解けなかったことを覚えています。ですが私は、チャートやフォーカスゴールドがいわゆる「網羅系」と言われるのならば、プラチカも「網羅系」だと感じています。著者もおっしゃっているように、良問とはよく出題される、ということですからある程度の解法パターンは頭に入れておくことが必要です。一橋対策に東大の問題を何問も触れてきましたが、プラチカの類題を何題も見かけたことがありますし、実際にプラチカにも東大の問題が何問も収録されていると思います。saki さんは問題のストックを検討しているようですが、過去問演習に入るためにもプラチカは早急に完成させることをお勧めします。チャートからの接続が難しいので疑心暗鬼になりやすい参考書ですが、網羅系だと思って覚えちゃって構いませんよ！むしろ今後は、プラチカでストックした解法パターンを過去問等で利用、応用していくようになれるといいと思います。

　共テに関しては、正直演習あるのみだと思っています。私自身は熟考型で共テ形式は得意ではありませんでしたが、2次の数学とは別物と考えてとにかく演習を積みました。演習にはとにかく本試・追試がおすすめです。市販の問題集や模試は難易度調整があってない可能性がありますから、、笑。共テの公式サイトで全年度コピーしてひたすら演習するのがいいと思います。演習のポイントはケアレスミスで何点落としたか、どんなミスをしたかを実際に解いた紙に書き込んでおくことです。何十回も演習することになりますから、自分のミスが蓄積され模試や本試験前に見返すことができます。あわよくば2次試験にも応用できるかもしれませんね！

　共テのコツとしては、ショートカットを意識しすぎないことだと思います。落ち着けば解けた問題には何度も出会ったことがあると思いますが、何か共テ特有の近道を探してはいませんか？「時間がない」「高得点を取らなきゃ」という先入観（？）から、数学的ではないことを考えていませんか？とにかく落ち着いて、遠回りしてでも1発で解き切ることを意識してみると得点は伸びるかもしれません。具体的ないコツを探すよりも、ゆっくり解いて感覚を身につけたほうが速いように思います。

　演習のタイミングについては、プラチカを夏までに、共テ演習を夏に徹底的にやる、はいかがでしょうか。共テ対策を早めにやることは冬に楽になることにつながりますから、他科目との相談でもありますが、2次試験対策と並行して進めることをおすすめします（特に慣れが必要な英数）。東大の過去問に関しては、プラチカを終わらせてからで大丈夫です。私はまとまった時間が取れる時に共テ対策、学校があるときは隙間時間に2次対策をするようにしていました。

　結論は、数学は「波がある」科目ですから、「演習するしかない」ということです。経験上、数学は急にできるようになることがありますから自身の勉強を信じてがんばってください。2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=sU94RXoBTqPwDZPuZ4XG","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"阪大文系数学の対策"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",27,") コメント(",1,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"6/25 23:19"}]]}],["$","div",null,{"className":"coach-mark mb-4","children":"UniLink利用者の80%以上は、難関大学を志望する受験生です。これまでのデータから、偏差値の高いユーザーほど毎日UniLinkアプリを起動することが分かっています。"}],["$","div",null,{"className":"mb-4","children":["$","$L13",null,{"clientImageUrl":null,"clientUserName":"yu","infoString":"高3 富山県 大阪大学文学部(65)志望","adviceId":"sU94RXoBTqPwDZPuZ4XG"}]}],["$","div",null,{"className":"mb-8","children":[["$","div",null,{"className":"leading-loose whitespace-pre-wrap","children":[["$","div","consultation-part-0",{"children":[null,"阪大文系の数学の参考書についてアドバイス頂きたいです。学校で授業以外の演習も行うように言われたのですが\n何を使えば良いのか分かりません。\n\n学校ではメジアンを使って1通り演習を行い、次は入試問題集をします。\n成績は4月進研で偏差値70ちょい\n　　　1月駿台で50半ば\nくらいで、数学がとてもできるというほどではありません。\n\n今考えている候補は以下です。\n文系の数学　実践力向上編\n文系プラチカ\nマセマ　難関大数学\n\n希望としては解説が分かりやすく、また阪大対策に十分なものであることです。\n\nプラチカはオーバーワークすぎるのかなとも思いつつ、他に何が良いのか？という状態です。\nはじめるのは夏休み以降で、2冊以上行うことは今のところ考えていません。\n\nおすすめの参考書や上記の参考書について教えていただきたいです！"]}]]}],["$","div",null,{"className":"pt-4","children":["$","$L14",null,{}]}],null]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"回答"}],["$","div",null,{"className":"mb-4","children":["$","$L15",null,{"adviserImageUrl":null,"adviserName":"こりん","adviserDepartment":"大阪大学外国語学部","adviceId":"sU94RXoBTqPwDZPuZ4XG"}]}],["$","div",null,{"className":"coach-mark mb-4","children":"すべての回答者は、学生証などを使用してUniLinkによって審査された東大・京大・慶應・早稲田・一橋・東工大・旧帝大のいずれかに所属する現役難関大生です。加えて、実際の回答をUniLinkが確認して一定の水準をクリアした合格者だけが登録できる仕組みとなっています。"}],["$","div",null,{"className":"mb-8","children":[["$","div",null,{"className":"leading-loose whitespace-pre-wrap mb-4","children":[["$","div","advice-part-0",{"children":[null,"私は数学がほんとに苦手で、たしか高二の駿台模試では偏差値50も無かったと思いますが、高三の1年でほんとに頑張って合格できました！私の文系数学の勉強時の参考書をお答えします！\n\n私は学校の先生におすすめされた｢文系数学入試の核心｣(Z会)を使用していました。先生は、この1冊を完璧にすれば阪大までなら受かる！と仰っていたので、その言葉を信じて昨年の4月から毎日3問～5問解いて、5周ほどしました。この問題集のいい所は、問題数が絞ってあって効率よく勉強出来る点と、京大とか東大向けの超難問が少ないので数学が苦手な私でも挫けずに取り組めた点です。それでも難問がたくさんあるので阪大数学に対応することが出来ました！\n\n文系プラチカは阪大文系数学には少し難易度高めかなと思います。阪大文系数学の難易度はそんなに高くない(私はそう思いませんが😅)ので、求められている以上のレベルを解くのは効率が悪い気がします。\n\n文系の数学は使ったことないのですが、調べたら難易度的にちょうどいいと思います！関関同立レベルとありましたが、最近の関関同立の数学のレベルは物凄く高いです。誰にも解かせる気ないでしょ！という問題もあります笑 私は昨年関学と同志社を受験しましたが、関学は計算が大変で同志社は文字を使った問題が難しすぎました。この2校の対策は阪大受験にとても役立ったと思います。関関同立レベルに対応できれば、阪大にも対応できます！\n\nマセマついては調べたのですが、あまり情報がなく何とも言えないです…😓\n\n使用する参考書は1つで大丈夫です！1つを何周もして完璧にしてください！\n\n参考になれば幸いです。応援しています！"]}]]}],["$","div",null,{"className":"mb-4","children":["$","$L16",null,{"adviserImageUrl":null,"adviserName":"こりん","adviserDepartment":"大阪大学外国語学部","adviceId":"sU94RXoBTqPwDZPuZ4XG","numberOfFan":62,"clipsAvg":20.53448275862069,"adviceRateAvg":4.641269841269842,"profile":"大阪大学に現役で合格しました。滑り止めの私立も全て合格でした。高校2年生まで部活を続け、高校3年生最後の1年は本気で受験勉強しました。\nコロナ禍の受験生の先輩として、今年の受験生の不安さはとても分かります。いつでも相談に乗ります！気軽にメッセージを送ってくれたら嬉しいです😊パートナーも募集中です😊\n"}]}],["$","div",null,{"children":["$","$L7",null,{"href":"https://ck.jp.ap.valuecommerce.com/servlet/referral?sid=3364577&pid=884970531&vc_url=http%3A%2F%2Fshingakunet.com%2F%3Fvos%3Dnrmnvccp0000100","rel":"nofollow","target":"_blank","children":["$","$L8",null,{"src":"/images/document_request_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink 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